Load libraries

library(data.table)
library(readxl)
library(ggplot2)
library(gprofiler2)
library(glmnet)
library(ComplexHeatmap)
library(pROC)
library(caret)
library(mixOmics)
library(infotheo)
library(circlize)
library(grDevices)
set.seed(101)

Data processing

Read data

# read CD meta data
meta <- as.data.table(readxl::read_excel("data/transcritome_patients_translated.xlsx"))

meta_key <- "CEL_FILE"
setkeyv(meta, meta_key)                             # set key
stopifnot(!any( duplicated(meta[,..meta_key]) ))    # check for duplicate rows
stopifnot(!any( duplicated(colnames(meta)) ))       # check for duplicate columns


# read CD expression data
expr <- as.data.table(readxl::read_excel("data/transcriptome_expression_matrix.xlsx"))
New names:
expr_key <- "gene"
colnames(expr)[1] <- expr_key
setkeyv(expr, expr_key)                             # set key
stopifnot(!any( duplicated(expr[,..expr_key]) ))    # check for duplicate rows
stopifnot(!any( duplicated(colnames(expr)) ))       # check for duplicate columns

expr <- expr[, c(key(expr), meta$CEL_FILE), with=F]
stopifnot(all(colnames(expr)[-1]==meta[,CEL_FILE]))
expr <- as.matrix(expr, rownames="gene")

# generate different meta sheets for different sample types
# Ctrl -> Control samples
# M0 -> M0I samples
# M6 -> M6
# MI -> M0M
meta_M0 <- meta[LOCATION=="M0"]
meta_MI <- meta[LOCATION=="MI"]
meta_M6 <- meta[LOCATION=="M6"]
meta_M0M6 <- meta[LOCATION=="M6"|LOCATION=="M0"]
meta_M0MI <- meta[LOCATION=="M0"|LOCATION=="MI"]
meta_M0MIC <- meta[LOCATION=="M0"|LOCATION=="MI"|LOCATION=="Ctrl"]

# read mouse metabolic signature
signature_dt <- fread("data/signature.csv")
signature_mouse <- signature_dt$gene
setkeyv(signature_dt, "gene")

# read all mouse genes measured with nanostring 
measured_genes_mouse <- fread("data/All samples_NormalizedData.csv")[[1]]

# check that all signature genes are part of the measured genes
stopifnot(all(signature_mouse %in% measured_genes_mouse))

Ortholog mapping

# map to human orthologs
ortholog_mapping <- as.data.table(gprofiler2::gorth(measured_genes_mouse, source_organism = "mmusculus", target_organism = "hsapiens", filter_na = F))
stopifnot(all(measured_genes_mouse %in% ortholog_mapping$input))

# mark signature genes and hits in the human expr data
ortholog_mapping$in_expr <- ortholog_mapping$ortholog_name %in% rownames(expr)
ortholog_mapping$in_signature <- ortholog_mapping$input %in% signature_mouse 
ortholog_mapping[in_signature==T,mouse:=signature_dt[input,pattern]]

# count number of hits in the human expr data per mouse gene
n_in_expr <- ortholog_mapping[,.("n_hits" = sum(in_expr)),by=input]

# print number of hits in expr$gene per measured mouse gene
table(n_in_expr$n_hits)

  0   1   2   3   6   7 
 48 708   8   2   1   1 
# select only mouse genes with orthologs uniquely mapped to the human expression data
unique_ortholog_mapping <- ortholog_mapping[input %in% n_in_expr[n_hits==1,input] & in_expr]
# unmapped signature genes
print(paste0(nrow(unique_ortholog_mapping)," out of ",length(measured_genes_mouse), " measured mouse genes were mapped to the human expression genes"))
[1] "708 out of 768 measured mouse genes were mapped to the human expression genes"
ortholog_mapping[!input %in% unique_ortholog_mapping$input & in_signature]

Data checks

Expression sum per sample

plot_data <- data.table(sample=colnames(expr))
plot_data[,colSum:=colSums(expr)]
plot_data[,RECURRENCE:=meta$RECURRENCE]
plot_data[,LOCATION:=meta$LOCATION]
plot_data[,GENDER:=meta$GENDER]

ggplot(plot_data,aes(x=colSum,fill=RECURRENCE)) +
  geom_density(alpha=0.5)


ggplot(plot_data,aes(x=colSum,fill=LOCATION)) +
  geom_density(alpha=0.5)


ggplot(plot_data,aes(x=colSum,fill=GENDER)) +
  geom_density(alpha=0.5)

PCA

high_var_genes <- sort(apply(expr[,meta$CEL_FILE], 1, sd), decreasing = T)[1:10000]
high_var_expr <- t(expr[names(high_var_genes),meta$CEL_FILE])

high_var_pca <- pca(high_var_expr, ncomp = 3, scale = T)
plotIndiv(high_var_pca, group = meta$LOCATION, ind.names = FALSE,
          legend = TRUE, title="PCA - high variance genes", ellipse = T)


signature_pca <- pca(t(expr[unique_ortholog_mapping[in_expr==T & in_signature, ortholog_name], meta$CEL_FILE]), ncomp = 3, scale = TRUE)
plotIndiv(signature_pca, group = meta$LOCATION, ind.names = FALSE,
          legend = TRUE, title="PCA - signature genes", ellipse = T)

Meta checks

table(meta$RECURRENCE, meta$LOCATION)
      
       Ctrl  M0  M6  MI
  Ctrl   25   0   0   0
  NR      0  57  36  43
  R       0 139  85 104
table(meta$LOCATION)

Ctrl   M0   M6   MI 
  25  196  121  147 

Ctrl (25) -> Ctrl (25) M0 (196) -> M0I (200) MI (147) -> M0M (149) M6 (121) -> M6 (122) Why do the numbers from publication and meta sheet not match?

What is CENTRE? What are stenose, fistule, inflammatoire, Stoma? What is Postoperative anti-TNF?

Why do RutgeertRec and RECURRENCE not match 1 to 1?

table(meta$RutgeertRec, meta$RECURRENCE)
      
       Ctrl  NR   R
  Ctrl   25   0   0
  Rec     0   0 326
  Rem     0 136   2

Heatmap visualization

custom_heatmap <- function(expr, meta, genes, column_names = F, scale = T, ...){
  
  if(is.null(meta)){
    samples <- colnames(expr)
      column_ha = NULL
  }else{
    meta <- as.data.frame(meta, row.names = meta[[1]])[,-1,drop=F]
    samples <- rownames(meta)
    column_ha = HeatmapAnnotation(df=meta)
  }
  
  genes <- as.data.frame(genes, row.names = genes[[1]])[,-1,drop=F]
  gene_names <- rownames(genes)
  row_ha = rowAnnotation(
    df=genes, 
    annotation_name_side="top",
    #annotation_label=("\u0394/\u0394IEC"),
    col = list(mouse= c("up" = "#E8E700", "down" = "#0092F4"))
  )
  
  if(scale){
    expr <- t(apply(expr[gene_names,samples],1,scale))
    colnames(expr) <- samples
  }else{
    expr <- expr[gene_names,samples]
  }
  
  
  Heatmap(expr,
        show_column_names = column_names, 
        top_annotation = column_ha,
        name = "Expression",
        row_names_gp = gpar(fontsize = 10),
        left_annotation = row_ha,
        column_title_side = "top",
        ...
        )
}

Heatmaps for different sample groups and annotations



custom_heatmap(
  expr, 
  meta[LOCATION=="M0",.(CEL_FILE,RECURRENCE,LOCATION,inflammatoire,Smoker,Granuloma,Rutgeert2)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = T)


custom_heatmap(
  expr, 
  meta[LOCATION=="M6",.(CEL_FILE,RECURRENCE,LOCATION,Reecal_Rut=as.numeric(Reeval_Rut))],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = T)


custom_heatmap(
  expr, 
  meta[LOCATION=="M6",.(CEL_FILE,RECURRENCE,LOCATION)][order(RECURRENCE)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = F)


custom_heatmap(
  expr, 
  meta[LOCATION=="M0"|LOCATION=="MI",.(CEL_FILE,LOCATION)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = T)


custom_heatmap(
  expr, 
  meta[LOCATION=="M0"|LOCATION=="MI",.(CEL_FILE,LOCATION)][order(LOCATION)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = F)


custom_heatmap(
  expr, 
  meta[LOCATION=="M0"|LOCATION=="MI",.(CEL_FILE,LOCATION)][order(LOCATION)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)][order(mouse)],
  cluster_columns = F, cluster_rows = F)

NA
NA

Location summarized heatmap

(One column per sample group)

# MI, M0, Ctrl
expr_scaled <- apply(expr[unique_ortholog_mapping[in_expr==T&in_signature==T,ortholog_name],meta_M0MIC$CEL_FILE] ,1,scale)
rownames(expr_scaled) <- meta_M0MIC$CEL_FILE

summarized_expr <- sapply(unique(meta_M0MIC$LOCATION), function(location){
  colMeans(expr_scaled[meta_M0MIC[LOCATION==location,CEL_FILE],])
})

# mutual information
concordance <- data.frame(
  mouse = unique_ortholog_mapping[in_signature==T,mouse],
  human = ifelse(sign(summarized_expr[unique_ortholog_mapping[in_signature==T,ortholog_name],"M0"])>0, "up", "down")
  )
concordance$concordance <- concordance$mouse == concordance$human
mi <- mutinformation(concordance$mouse,concordance$human)
random_mi <- sapply(1:1000, function(i){mutinformation(sample(concordance$mouse),concordance$human)})
mi_pval <- (sum(random_mi>mi) + 1)/(length(random_mi)+1)
paste("concordant genes:",sum(concordance$concordance),"mutual information:",mi,"p-value",mi_pval)
[1] "concordant genes: 23 mutual information: 0.0923613499679372 p-value 0.010989010989011"
custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)] ,column_names=T, scale = F)

custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)][order(mouse)],cluster_rows = F, column_names=T, scale = F)



# MI, M0
expr_scaled <- apply(expr[unique_ortholog_mapping[in_expr==T&in_signature==T,ortholog_name],meta_M0MI$CEL_FILE] ,1,scale)
rownames(expr_scaled) <- meta_M0MI$CEL_FILE

summarized_expr <- sapply(unique(meta_M0MI$LOCATION), function(location){
  colMeans(expr_scaled[meta_M0MI[LOCATION==location,CEL_FILE],])
})

# mutual information
concordance <- data.frame(
  mouse = unique_ortholog_mapping[in_signature==T,mouse],
  human = ifelse(sign(summarized_expr[unique_ortholog_mapping[in_signature==T,ortholog_name],"M0"])>0, "up", "down")
  )
concordance$concordance <- concordance$mouse == concordance$human
mi <- mutinformation(concordance$mouse,concordance$human)
random_mi <- sapply(1:1000, function(i){mutinformation(sample(concordance$mouse),concordance$human)})
mi_pval <- (sum(random_mi>mi) + 1)/(length(random_mi)+1)
paste("concordant genes:",sum(concordance$concordance),"mutual information:",mi,"p-value",mi_pval)
[1] "concordant genes: 24 mutual information: 0.129536460802155 p-value 0.00799200799200799"
custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)] ,column_names=T, scale = F)

custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)][order(mouse)],cluster_rows = F, column_names=T, scale = F)

Visualization for publication


# scale expression data
expr_scaled <- apply(expr[unique_ortholog_mapping[in_signature==T,ortholog_name],meta_M0MI$CEL_FILE] ,1,scale)
rownames(expr_scaled) <- meta_M0MI$CEL_FILE

# mean per location
summarized_expr <- sapply(unique(c("MI","M0")), function(location){
  colMeans(expr_scaled[meta_M0MI[LOCATION==location,CEL_FILE],])
})

# concordance data
concordance <- data.frame(
  mouse = unique_ortholog_mapping[in_signature==T,mouse],
  human = ifelse(sign(summarized_expr[unique_ortholog_mapping[in_signature==T,ortholog_name],"M0"])>0, "up", "down")
  )
concordance$concordance <- concordance$mouse == concordance$human
mi <- mutinformation(concordance$mouse,concordance$human)
set.seed(0)
random_mi <- sapply(1:10000, function(i){mutinformation(sample(concordance$mouse),concordance$human)})
mi_pval <- (sum(random_mi>mi) + 1)/(length(random_mi)+1)
paste("concordant genes:",sum(concordance$concordance),"mutual information:",mi,"p-value",mi_pval)
[1] "concordant genes: 24 mutual information: 0.129536460802155 p-value 0.004999500049995"
concordance$Mice <- ifelse(concordance$mouse=="up", "up in \u0394/\u0394IEC", "down in \u0394/\u0394IEC")


#grDevices::cairo_pdf("heatmap.pdf", width = 4, height = 7,)
# row annotation
row_ha = rowAnnotation(
  Mice=concordance$Mice, 
  annotation_name_side="top",
  annotation_name_rot=0,
  col = list(Mice= c("up in \u0394/\u0394IEC" = "#E8E700", "down in \u0394/\u0394IEC" = "#0092F4"))
)

col_fun = colorRamp2(c(-0.5, 0, 0.5), c("#0092F4", "black", "#E8E700"))

concordance$col <- "grey"
concordance[concordance$concordance,]$col <- "black"


Heatmap(summarized_expr,
  name = "Expression",
  row_names_gp = gpar(fontsize = 9, col = concordance$col),
  left_annotation = row_ha,
  column_title_side = "top",
  cluster_columns = F,
  column_labels = c("M0M","M0I"),
  column_names_side = "top",
  column_names_rot = 0,
  column_names_centered = T,
  col = col_fun,
  width = unit(3, "cm"),
  )

#dev.off()
  

PLS-DA Analysis

high_var_genes <- sort(apply(expr[,meta_M0$CEL_FILE], 1, sd), decreasing = T)[1:5000]
pls_da_expr <- t(expr[names(high_var_genes),meta_M0$CEL_FILE])
#pls_da_expr <- 2 ^ pls_da_expr

pca.expr <- pca(pls_da_expr, ncomp = 3, scale = TRUE)
plotIndiv(pca.expr, group = meta_M0$RECURRENCE, ind.names = FALSE,
          legend = TRUE, 
          title = 'PCA comp 1 - 2')


plsda.expr <- plsda(pls_da_expr, meta_M0$RECURRENCE, ncomp = 10)

perf.plsda.expr <- perf(plsda.expr, validation = 'Mfold', folds = 3, 
                  progressBar = FALSE,
                  nrepeat = 10)         

plot(perf.plsda.expr, sd = TRUE, legend.position = 'horizontal')

M0 vs MI prediction

logistic_glmnet_loc <- function(meta, expr, signature){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$LOCATION
  
  fit <- glmnet(x, y, family = "binomial")
  plot(fit, label = T)
  cvfit <- cv.glmnet(x, y, family = "binomial")
  plot(cvfit)
  print(cvfit)
  print(coef(cvfit, s = "lambda.1se"))
}

logistic_glm_loc <- function(meta, expr, signature, roc=F, summary=F, performance=F){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$LOCATION
  
  data <- as.data.frame(x)
  data$LOCATION <- 0
  data$LOCATION[y=="M0"] <- 1
  
  glm_model <- glm(LOCATION ~.,family = "binomial", data)
  
  # prediction
  model_prob = predict(glm_model, type = "response")
  model_pred = ifelse(model_prob > 0.5, "M0", "MI")
  train_tab = table(predicted = model_pred, actual = y)
  train_con_mat = confusionMatrix(train_tab)
  
  if(summary){
    print(summary(glm_model))
  }
  
  if(roc){
    roc(y ~ model_prob, plot = TRUE, print.auc = TRUE)
  }

  if(performance){
    print(train_con_mat)
  }
  
  train_con_mat$overall["Accuracy"]
}
signature_human <- unique_ortholog_mapping[in_signature==T,ortholog_name]
logistic_glmnet_loc(meta_M0MI, expr, signature_human)


Call:  cv.glmnet(x = x, y = y, family = "binomial") 

Measure: Binomial Deviance 

     Lambda Index Measure      SE Nonzero
min 0.00653    39   1.085 0.03910      22
1se 0.05055    17   1.121 0.03892       7
33 x 1 sparse Matrix of class "dgCMatrix"
                     s1
(Intercept)  2.55205119
ALDOB        .         
APOA1        0.14498197
APOB         .         
APOC3        .         
ARG1         .         
ASNS         .         
CACNA1A      .         
CD274        .         
CPS1         .         
CREB3L3      0.02933740
CXCL9        .         
DMGDH        .         
DUOX2        .         
FAHD1        .         
ICOS         .         
IDO1         .         
INMT        -0.10196269
KYAT3        .         
NOS2         .         
NOX1         .         
OTC          0.07169543
PCK1         .         
PDK4         .         
PHGDH        .         
PSAT1        .         
PTK6         .         
RIMKLA       .         
SLC7A11     -0.21170216
SPIB         .         
STAT1       -0.27217305
TLR4        -0.05028450
TNF          .         

Logistic regression with full signature

# Analysis with glm
accuracy <- logistic_glm_loc(meta_M0MI, expr, signature_human, T, T, T)

Call:
glm(formula = LOCATION ~ ., family = "binomial", data = data)

Deviance Residuals: 
    Min       1Q   Median       3Q      Max  
-2.6509  -0.6866   0.1288   0.7103   2.5686  

Coefficients:
            Estimate Std. Error z value Pr(>|z|)    
(Intercept) 21.87211   14.56681   1.502  0.13323    
ALDOB       -2.40915    0.78284  -3.077  0.00209 ** 
APOA1       -0.39068    0.27320  -1.430  0.15271    
APOB         0.20633    0.35331   0.584  0.55921    
APOC3        0.36578    0.26479   1.381  0.16715    
ARG1        -0.66917    0.86300  -0.775  0.43811    
ASNS        -0.04427    0.47465  -0.093  0.92568    
CACNA1A      0.94422    0.51347   1.839  0.06593 .  
CD274       -0.26257    0.32521  -0.807  0.41945    
CPS1         1.70922    0.42632   4.009 6.09e-05 ***
CREB3L3     -0.21153    0.27957  -0.757  0.44927    
CXCL9       -0.28598    0.22484  -1.272  0.20339    
DMGDH       -0.49668    0.90277  -0.550  0.58220    
DUOX2       -0.07147    0.12958  -0.552  0.58128    
FAHD1       -0.03254    0.53800  -0.060  0.95177    
ICOS        -0.15047    0.40333  -0.373  0.70910    
IDO1         0.29994    0.31233   0.960  0.33688    
INMT         0.25605    0.33474   0.765  0.44432    
KYAT3       -0.60916    0.73320  -0.831  0.40607    
NOS2         0.20450    0.28283   0.723  0.46965    
NOX1        -0.88635    0.44853  -1.976  0.04814 *  
OTC         -1.03341    0.42154  -2.452  0.01423 *  
PCK1         0.33806    0.18987   1.780  0.07500 .  
PDK4        -0.12923    0.18824  -0.687  0.49238    
PHGDH       -0.59088    0.62564  -0.944  0.34495    
PSAT1       -0.43509    0.36122  -1.205  0.22839    
PTK6         0.41397    0.49678   0.833  0.40467    
RIMKLA      -0.18986    0.58764  -0.323  0.74663    
SLC7A11      0.60062    0.27040   2.221  0.02634 *  
SPIB        -0.18824    0.26705  -0.705  0.48086    
STAT1        0.68441    0.50918   1.344  0.17890    
TLR4         0.68613    0.36408   1.885  0.05949 .  
TNF         -0.24646    0.42423  -0.581  0.56128    
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

(Dispersion parameter for binomial family taken to be 1)

    Null deviance: 468.47  on 342  degrees of freedom
Residual deviance: 297.93  on 310  degrees of freedom
AIC: 363.93

Number of Fisher Scoring iterations: 7
Setting levels: control = M0, case = MI
Setting direction: controls > cases
Confusion Matrix and Statistics

         actual
predicted  M0  MI
       M0 164  35
       MI  32 112
                                          
               Accuracy : 0.8047          
                 95% CI : (0.7587, 0.8453)
    No Information Rate : 0.5714          
    P-Value [Acc > NIR] : <2e-16          
                                          
                  Kappa : 0.6002          
                                          
 Mcnemar's Test P-Value : 0.807           
                                          
            Sensitivity : 0.8367          
            Specificity : 0.7619          
         Pos Pred Value : 0.8241          
         Neg Pred Value : 0.7778          
             Prevalence : 0.5714          
         Detection Rate : 0.4781          
   Detection Prevalence : 0.5802          
      Balanced Accuracy : 0.7993          
                                          
       'Positive' Class : M0              
                                          

Logistic regression with random signatures


random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm_loc(meta_M0MI, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")


(sum(random_accuracy>accuracy)+1)/(length(random_signatures)+1)
[1] 0.2217782

Recurrence prediction

logistic_glmnet <- function(meta, expr, signature){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$RECURRENCE
  
  fit <- glmnet(x, y, family = "binomial")
  plot(fit, label = T)
  cvfit <- cv.glmnet(x, y, family = "binomial", type.measure = "class")
  plot(cvfit)
  print(cvfit)
}

logistic_glm <- function(meta, expr, signature, roc=F, summary=F, performance=F){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$RECURRENCE
  
  data <- as.data.frame(x)
  data$RECURRENCE <- 0
  data$RECURRENCE[y=="R"] <- 1
  
  glm_model <- glm(RECURRENCE ~.,family = "binomial", data)
  
  # prediction
  model_prob = predict(glm_model, type = "response")
  model_pred = ifelse(model_prob > 0.5, "R", "NR")
  train_tab = table(predicted = model_pred, actual = y)
  train_con_mat = confusionMatrix(train_tab)
  
  if(summary){
    print(summary(glm_model))
  }
  
  if(roc){
    roc(y ~ model_prob, plot = TRUE, print.auc = TRUE)
  }

  if(performance){
    print(train_con_mat)
  }
  
  train_con_mat$overall["Accuracy"]
}
signature_human <- unique_ortholog_mapping[in_signature==T,ortholog_name]

M0

Feature selection with logistic glmnet

logistic_glmnet(meta_M0, expr, signature_human)


Call:  cv.glmnet(x = x, y = y, type.measure = "class", family = "binomial") 

Measure: Misclassification Error 

     Lambda Index Measure     SE Nonzero
min 0.06086     1  0.2908 0.0275       0
1se 0.06086     1  0.2908 0.0275       0

Logistic regression with full signature

# Analysis with glm
accuracy <- logistic_glm(meta_M0, expr, signature_human, T, T, T)

Call:
glm(formula = RECURRENCE ~ ., family = "binomial", data = data)

Deviance Residuals: 
    Min       1Q   Median       3Q      Max  
-2.6967  -0.8290   0.5509   0.8016   1.8942  

Coefficients:
             Estimate Std. Error z value Pr(>|z|)  
(Intercept) -15.06772   15.79400  -0.954   0.3401  
ALDOB        -0.92023    0.41840  -2.199   0.0278 *
APOA1         0.10998    0.27791   0.396   0.6923  
APOB          0.52203    0.30590   1.707   0.0879 .
APOC3        -0.27377    0.29954  -0.914   0.3607  
ARG1          0.14516    1.07260   0.135   0.8923  
ASNS         -0.42582    0.53167  -0.801   0.4232  
CACNA1A       0.16560    0.62152   0.266   0.7899  
CD274         0.07812    0.37852   0.206   0.8365  
CPS1          0.21568    0.37820   0.570   0.5685  
CREB3L3       0.05876    0.34063   0.173   0.8630  
CXCL9         0.25207    0.28752   0.877   0.3806  
DMGDH        -1.29012    0.89202  -1.446   0.1481  
DUOX2        -0.05173    0.18021  -0.287   0.7741  
FAHD1         0.41210    0.68509   0.602   0.5475  
ICOS         -0.50734    0.48449  -1.047   0.2950  
IDO1         -0.24146    0.40907  -0.590   0.5550  
INMT          0.74965    0.38851   1.930   0.0537 .
KYAT3         1.29103    0.80823   1.597   0.1102  
NOS2         -0.06091    0.35451  -0.172   0.8636  
NOX1          0.52374    0.55059   0.951   0.3415  
OTC          -0.03520    0.42550  -0.083   0.9341  
PCK1          0.16418    0.17516   0.937   0.3486  
PDK4         -0.13744    0.24200  -0.568   0.5701  
PHGDH        -0.16188    0.64987  -0.249   0.8033  
PSAT1        -0.19922    0.44249  -0.450   0.6526  
PTK6         -0.55283    0.65167  -0.848   0.3963  
RIMKLA        0.94240    0.71040   1.327   0.1847  
SLC7A11       0.42755    0.28598   1.495   0.1349  
SPIB          0.20429    0.31458   0.649   0.5161  
STAT1         0.80068    0.72341   1.107   0.2684  
TLR4         -0.34050    0.39892  -0.854   0.3934  
TNF          -0.34636    0.39681  -0.873   0.3827  
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

(Dispersion parameter for binomial family taken to be 1)

    Null deviance: 236.33  on 195  degrees of freedom
Residual deviance: 200.82  on 163  degrees of freedom
AIC: 266.82

Number of Fisher Scoring iterations: 5
Setting levels: control = NR, case = R
Setting direction: controls < cases
Confusion Matrix and Statistics

         actual
predicted  NR   R
       NR  19   9
       R   38 130
                                          
               Accuracy : 0.7602          
                 95% CI : (0.6942, 0.8182)
    No Information Rate : 0.7092          
    P-Value [Acc > NIR] : 0.06559         
                                          
                  Kappa : 0.316           
                                          
 Mcnemar's Test P-Value : 4.423e-05       
                                          
            Sensitivity : 0.33333         
            Specificity : 0.93525         
         Pos Pred Value : 0.67857         
         Neg Pred Value : 0.77381         
             Prevalence : 0.29082         
         Detection Rate : 0.09694         
   Detection Prevalence : 0.14286         
      Balanced Accuracy : 0.63429         
                                          
       'Positive' Class : NR              
                                          

Logistic regression with random signatures


random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm(meta_M0, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")

M6

Feature selection with logistic glmnet

logistic_glmnet(meta_M6, expr, signature_human)


Call:  cv.glmnet(x = x, y = y, type.measure = "class", family = "binomial") 

Measure: Misclassification Error 

     Lambda Index Measure      SE Nonzero
min 0.07089     8  0.2893 0.03628       5
1se 0.13596     1  0.2975 0.03363       0

Logistic regression with full signature

# Analysis with glm
accuracy <- logistic_glm(meta_M6, expr, signature_human, T, T, T)

Call:
glm(formula = RECURRENCE ~ ., family = "binomial", data = data)

Deviance Residuals: 
    Min       1Q   Median       3Q      Max  
-2.3392  -0.5410   0.2409   0.6472   1.6068  

Coefficients:
             Estimate Std. Error z value Pr(>|z|)    
(Intercept) -11.93445   27.08750  -0.441  0.65951    
ALDOB         0.95027    1.21594   0.782  0.43450    
APOA1        -1.62620    1.12759  -1.442  0.14925    
APOB          0.95201    1.37919   0.690  0.49003    
APOC3         0.27513    0.96583   0.285  0.77575    
ARG1         -0.62188    2.15069  -0.289  0.77246    
ASNS         -1.23129    0.95416  -1.290  0.19689    
CACNA1A      -2.16046    1.20953  -1.786  0.07407 .  
CD274         0.99056    0.86740   1.142  0.25346    
CPS1         -0.13152    1.07094  -0.123  0.90226    
CREB3L3       0.47578    0.61427   0.775  0.43861    
CXCL9         0.18221    0.49859   0.365  0.71477    
DMGDH        -1.96184    2.60050  -0.754  0.45060    
DUOX2         0.28120    0.28756   0.978  0.32814    
FAHD1         3.23421    1.45507   2.223  0.02623 *  
ICOS          0.47828    0.98646   0.485  0.62779    
IDO1         -0.03772    0.79989  -0.047  0.96239    
INMT         -0.56813    1.15972  -0.490  0.62421    
KYAT3         0.55285    1.49817   0.369  0.71212    
NOS2         -1.08783    0.58724  -1.852  0.06396 .  
NOX1          0.50637    0.96109   0.527  0.59828    
OTC          -1.05608    1.05991  -0.996  0.31906    
PCK1          0.42407    0.54764   0.774  0.43872    
PDK4         -1.22094    0.63454  -1.924  0.05434 .  
PHGDH         5.37410    1.49335   3.599  0.00032 ***
PSAT1        -0.10896    0.70550  -0.154  0.87726    
PTK6         -2.29695    1.14187  -2.012  0.04426 *  
RIMKLA       -0.63140    1.50560  -0.419  0.67495    
SLC7A11      -0.21761    0.75281  -0.289  0.77253    
SPIB         -0.68279    0.81850  -0.834  0.40417    
STAT1        -0.35248    0.99028  -0.356  0.72189    
TLR4         -0.15202    0.82122  -0.185  0.85314    
TNF           2.17205    1.21091   1.794  0.07286 .  
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

(Dispersion parameter for binomial family taken to be 1)

    Null deviance: 147.317  on 120  degrees of freedom
Residual deviance:  94.893  on  88  degrees of freedom
AIC: 160.89

Number of Fisher Scoring iterations: 6
Setting levels: control = NR, case = R
Setting direction: controls < cases
Confusion Matrix and Statistics

         actual
predicted NR  R
       NR 23 10
       R  13 75
                                          
               Accuracy : 0.8099          
                 95% CI : (0.7286, 0.8755)
    No Information Rate : 0.7025          
    P-Value [Acc > NIR] : 0.005027        
                                          
                  Kappa : 0.5341          
                                          
 Mcnemar's Test P-Value : 0.676657        
                                          
            Sensitivity : 0.6389          
            Specificity : 0.8824          
         Pos Pred Value : 0.6970          
         Neg Pred Value : 0.8523          
             Prevalence : 0.2975          
         Detection Rate : 0.1901          
   Detection Prevalence : 0.2727          
      Balanced Accuracy : 0.7606          
                                          
       'Positive' Class : NR              
                                          

Logistic regression with random signatures


random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm(meta_M6, expr, random_signature)
})
Warning: glm.fit: fitted probabilities numerically 0 or 1 occurredWarning: glm.fit: fitted probabilities numerically 0 or 1 occurredWarning: glm.fit: fitted probabilities numerically 0 or 1 occurredWarning: glm.fit: fitted probabilities numerically 0 or 1 occurredWarning: glm.fit: fitted probabilities numerically 0 or 1 occurred
ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")

MI

Feature selection with logistic glmnet

logistic_glmnet(meta_MI, expr, signature_human)


Call:  cv.glmnet(x = x, y = y, type.measure = "class", family = "binomial") 

Measure: Misclassification Error 

     Lambda Index Measure      SE Nonzero
min 0.05889     1  0.2925 0.03973       0
1se 0.05889     1  0.2925 0.03973       0

Logistic regression with full signature

# Analysis with glm
accuracy <- logistic_glm(meta_MI, expr, signature_human, T, T, T)

Call:
glm(formula = RECURRENCE ~ ., family = "binomial", data = data)

Deviance Residuals: 
    Min       1Q   Median       3Q      Max  
-2.3934  -0.7820   0.4690   0.7313   2.2220  

Coefficients:
            Estimate Std. Error z value Pr(>|z|)  
(Intercept) -4.17530   24.79441  -0.168   0.8663  
ALDOB        2.26021    1.58793   1.423   0.1546  
APOA1        1.00416    0.53227   1.887   0.0592 .
APOB        -2.01022    1.00052  -2.009   0.0445 *
APOC3       -0.30466    0.52124  -0.584   0.5589  
ARG1        -1.85550    1.28265  -1.447   0.1480  
ASNS         0.22660    0.75871   0.299   0.7652  
CACNA1A      0.01282    0.77252   0.017   0.9868  
CD274        0.56382    0.57507   0.980   0.3269  
CPS1         0.53332    0.65796   0.811   0.4176  
CREB3L3     -0.54022    0.47594  -1.135   0.2564  
CXCL9       -0.30102    0.37615  -0.800   0.4236  
DMGDH        0.41788    1.88106   0.222   0.8242  
DUOX2        0.10864    0.19018   0.571   0.5678  
FAHD1        0.36869    0.80406   0.459   0.6466  
ICOS        -1.39655    0.63234  -2.209   0.0272 *
IDO1         0.78642    0.52369   1.502   0.1332  
INMT         0.43336    0.54341   0.797   0.4252  
KYAT3        0.99032    1.16555   0.850   0.3955  
NOS2         0.52479    0.46142   1.137   0.2554  
NOX1         0.27130    0.85806   0.316   0.7519  
OTC         -0.83141    0.74064  -1.123   0.2616  
PCK1        -0.21972    0.48399  -0.454   0.6498  
PDK4        -0.11671    0.32671  -0.357   0.7209  
PHGDH       -0.37393    1.09492  -0.342   0.7327  
PSAT1       -0.36391    0.58402  -0.623   0.5332  
PTK6         0.16596    0.76056   0.218   0.8273  
RIMKLA      -0.51355    1.12269  -0.457   0.6474  
SLC7A11     -0.46536    0.44119  -1.055   0.2915  
SPIB        -0.37485    0.48838  -0.768   0.4428  
STAT1       -0.87887    0.81733  -1.075   0.2822  
TLR4         0.45989    0.64286   0.715   0.4744  
TNF          0.72373    0.98126   0.738   0.4608  
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

(Dispersion parameter for binomial family taken to be 1)

    Null deviance: 177.69  on 146  degrees of freedom
Residual deviance: 142.78  on 114  degrees of freedom
AIC: 208.78

Number of Fisher Scoring iterations: 5
Setting levels: control = NR, case = R
Setting direction: controls < cases
Confusion Matrix and Statistics

         actual
predicted NR  R
       NR 17  9
       R  26 95
                                          
               Accuracy : 0.7619          
                 95% CI : (0.6847, 0.8282)
    No Information Rate : 0.7075          
    P-Value [Acc > NIR] : 0.085037        
                                          
                  Kappa : 0.3493          
                                          
 Mcnemar's Test P-Value : 0.006841        
                                          
            Sensitivity : 0.3953          
            Specificity : 0.9135          
         Pos Pred Value : 0.6538          
         Neg Pred Value : 0.7851          
             Prevalence : 0.2925          
         Detection Rate : 0.1156          
   Detection Prevalence : 0.1769          
      Balanced Accuracy : 0.6544          
                                          
       'Positive' Class : NR              
                                          

Logistic regression with random signatures


random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm(meta_MI, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")
---
title: "Metabolic injury signature in human CD samples"
output: html_notebook
---

### Load libraries
```{r}
library(data.table)
library(readxl)
library(ggplot2)
library(gprofiler2)
library(glmnet)
library(ComplexHeatmap)
library(pROC)
library(caret)
library(mixOmics)
library(infotheo)
library(circlize)
library(grDevices)
set.seed(101)
```
# Data processing
### Read data
```{r}
# read CD meta data
meta <- as.data.table(readxl::read_excel("data/transcritome_patients_translated.xlsx"))

meta_key <- "CEL_FILE"
setkeyv(meta, meta_key)                             # set key
stopifnot(!any( duplicated(meta[,..meta_key]) ))    # check for duplicate rows
stopifnot(!any( duplicated(colnames(meta)) ))       # check for duplicate columns


# read CD expression data
expr <- as.data.table(readxl::read_excel("data/transcriptome_expression_matrix.xlsx"))
expr_key <- "gene"
colnames(expr)[1] <- expr_key
setkeyv(expr, expr_key)                             # set key
stopifnot(!any( duplicated(expr[,..expr_key]) ))    # check for duplicate rows
stopifnot(!any( duplicated(colnames(expr)) ))       # check for duplicate columns

expr <- expr[, c(key(expr), meta$CEL_FILE), with=F]
stopifnot(all(colnames(expr)[-1]==meta[,CEL_FILE]))
expr <- as.matrix(expr, rownames="gene")

# generate different meta sheets for different sample types
# Ctrl -> Control samples
# M0 -> M0I samples
# M6 -> M6
# MI -> M0M
meta_M0 <- meta[LOCATION=="M0"]
meta_MI <- meta[LOCATION=="MI"]
meta_M6 <- meta[LOCATION=="M6"]
meta_M0M6 <- meta[LOCATION=="M6"|LOCATION=="M0"]
meta_M0MI <- meta[LOCATION=="M0"|LOCATION=="MI"]
meta_M0MIC <- meta[LOCATION=="M0"|LOCATION=="MI"|LOCATION=="Ctrl"]

# read mouse metabolic signature
signature_dt <- fread("data/signature.csv")
signature_mouse <- signature_dt$gene
setkeyv(signature_dt, "gene")

# read all mouse genes measured with nanostring 
measured_genes_mouse <- fread("data/All samples_NormalizedData.csv")[[1]]

# check that all signature genes are part of the measured genes
stopifnot(all(signature_mouse %in% measured_genes_mouse))
```
### Ortholog mapping
```{r}
# map to human orthologs
ortholog_mapping <- as.data.table(gprofiler2::gorth(measured_genes_mouse, source_organism = "mmusculus", target_organism = "hsapiens", filter_na = F))
stopifnot(all(measured_genes_mouse %in% ortholog_mapping$input))

# mark signature genes and hits in the human expr data
ortholog_mapping$in_expr <- ortholog_mapping$ortholog_name %in% rownames(expr)
ortholog_mapping$in_signature <- ortholog_mapping$input %in% signature_mouse 
ortholog_mapping[in_signature==T,mouse:=signature_dt[input,pattern]]

# count number of hits in the human expr data per mouse gene
n_in_expr <- ortholog_mapping[,.("n_hits" = sum(in_expr)),by=input]

# print number of hits in expr$gene per measured mouse gene
table(n_in_expr$n_hits)
```

```{r}
# select only mouse genes with orthologs uniquely mapped to the human expression data
unique_ortholog_mapping <- ortholog_mapping[input %in% n_in_expr[n_hits==1,input] & in_expr]
# unmapped signature genes
print(paste0(nrow(unique_ortholog_mapping)," out of ",length(measured_genes_mouse), " measured mouse genes were mapped to the human expression genes"))
ortholog_mapping[!input %in% unique_ortholog_mapping$input & in_signature]
```

# Data checks
#### Expression sum per sample
```{r}
plot_data <- data.table(sample=colnames(expr))
plot_data[,colSum:=colSums(expr)]
plot_data[,RECURRENCE:=meta$RECURRENCE]
plot_data[,LOCATION:=meta$LOCATION]
plot_data[,GENDER:=meta$GENDER]

ggplot(plot_data,aes(x=colSum,fill=RECURRENCE)) +
  geom_density(alpha=0.5)

ggplot(plot_data,aes(x=colSum,fill=LOCATION)) +
  geom_density(alpha=0.5)

ggplot(plot_data,aes(x=colSum,fill=GENDER)) +
  geom_density(alpha=0.5)
```
#### PCA
```{r}
high_var_genes <- sort(apply(expr[,meta$CEL_FILE], 1, sd), decreasing = T)[1:10000]
high_var_expr <- t(expr[names(high_var_genes),meta$CEL_FILE])

high_var_pca <- pca(high_var_expr, ncomp = 3, scale = T)
plotIndiv(high_var_pca, group = meta$LOCATION, ind.names = FALSE,
          legend = TRUE, title="PCA - high variance genes", ellipse = T)

signature_pca <- pca(t(expr[unique_ortholog_mapping[in_expr==T & in_signature, ortholog_name], meta$CEL_FILE]), ncomp = 3, scale = TRUE)
plotIndiv(signature_pca, group = meta$LOCATION, ind.names = FALSE,
          legend = TRUE, title="PCA - signature genes", ellipse = T)
```

#### Meta checks
```{r}
table(meta$RECURRENCE, meta$LOCATION)
```
```{r}
table(meta$LOCATION)
```
Ctrl (25) -> Ctrl (25)
M0  (196) -> M0I (200)
MI  (147) -> M0M (149)
M6  (121) -> M6  (122)
Why do the numbers from publication and meta sheet not match?

What is CENTRE?
What are stenose, fistule, inflammatoire, Stoma?
What is Postoperative anti-TNF?

Why do RutgeertRec and RECURRENCE not match 1 to 1?
```{r}
table(meta$RutgeertRec, meta$RECURRENCE)
```



# Heatmap visualization
```{r}
custom_heatmap <- function(expr, meta, genes, column_names = F, scale = T, ...){
  
  if(is.null(meta)){
    samples <- colnames(expr)
      column_ha = NULL
  }else{
    meta <- as.data.frame(meta, row.names = meta[[1]])[,-1,drop=F]
    samples <- rownames(meta)
    column_ha = HeatmapAnnotation(df=meta)
  }
  
  genes <- as.data.frame(genes, row.names = genes[[1]])[,-1,drop=F]
  gene_names <- rownames(genes)
  row_ha = rowAnnotation(
    df=genes, 
    annotation_name_side="top",
    #annotation_label=("\u0394/\u0394IEC"),
    col = list(mouse= c("up" = "#E8E700", "down" = "#0092F4"))
  )
  
  if(scale){
    expr <- t(apply(expr[gene_names,samples],1,scale))
    colnames(expr) <- samples
  }else{
    expr <- expr[gene_names,samples]
  }
  
  
  Heatmap(expr,
        show_column_names = column_names, 
        top_annotation = column_ha,
        name = "Expression",
        row_names_gp = gpar(fontsize = 10),
        left_annotation = row_ha,
        column_title_side = "top",
        ...
        )
}
```

## Heatmaps for different sample groups and annotations
```{r}


custom_heatmap(
  expr, 
  meta[LOCATION=="M0",.(CEL_FILE,RECURRENCE,LOCATION,inflammatoire,Smoker,Granuloma,Rutgeert2)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = T)

custom_heatmap(
  expr, 
  meta[LOCATION=="M6",.(CEL_FILE,RECURRENCE,LOCATION,Reecal_Rut=as.numeric(Reeval_Rut))],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = T)

custom_heatmap(
  expr, 
  meta[LOCATION=="M6",.(CEL_FILE,RECURRENCE,LOCATION)][order(RECURRENCE)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = F)

custom_heatmap(
  expr, 
  meta[LOCATION=="M0"|LOCATION=="MI",.(CEL_FILE,LOCATION)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = T)

custom_heatmap(
  expr, 
  meta[LOCATION=="M0"|LOCATION=="MI",.(CEL_FILE,LOCATION)][order(LOCATION)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)],
  cluster_columns = F)

custom_heatmap(
  expr, 
  meta[LOCATION=="M0"|LOCATION=="MI",.(CEL_FILE,LOCATION)][order(LOCATION)],
  unique_ortholog_mapping[in_expr==T&in_signature==T,.(ortholog_name,mouse)][order(mouse)],
  cluster_columns = F, cluster_rows = F)


```
## Location summarized heatmap
(One column per sample group)
```{r}
# MI, M0, Ctrl
expr_scaled <- apply(expr[unique_ortholog_mapping[in_expr==T&in_signature==T,ortholog_name],meta_M0MIC$CEL_FILE] ,1,scale)
rownames(expr_scaled) <- meta_M0MIC$CEL_FILE

summarized_expr <- sapply(unique(meta_M0MIC$LOCATION), function(location){
  colMeans(expr_scaled[meta_M0MIC[LOCATION==location,CEL_FILE],])
})

# mutual information
concordance <- data.frame(
  mouse = unique_ortholog_mapping[in_signature==T,mouse],
  human = ifelse(sign(summarized_expr[unique_ortholog_mapping[in_signature==T,ortholog_name],"M0"])>0, "up", "down")
  )
concordance$concordance <- concordance$mouse == concordance$human
mi <- mutinformation(concordance$mouse,concordance$human)
random_mi <- sapply(1:1000, function(i){mutinformation(sample(concordance$mouse),concordance$human)})
mi_pval <- (sum(random_mi>mi) + 1)/(length(random_mi)+1)
paste("concordant genes:",sum(concordance$concordance),"mutual information:",mi,"p-value",mi_pval)

custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)] ,column_names=T, scale = F)
custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)][order(mouse)],cluster_rows = F, column_names=T, scale = F)


# MI, M0
expr_scaled <- apply(expr[unique_ortholog_mapping[in_expr==T&in_signature==T,ortholog_name],meta_M0MI$CEL_FILE] ,1,scale)
rownames(expr_scaled) <- meta_M0MI$CEL_FILE

summarized_expr <- sapply(unique(meta_M0MI$LOCATION), function(location){
  colMeans(expr_scaled[meta_M0MI[LOCATION==location,CEL_FILE],])
})

# mutual information
concordance <- data.frame(
  mouse = unique_ortholog_mapping[in_signature==T,mouse],
  human = ifelse(sign(summarized_expr[unique_ortholog_mapping[in_signature==T,ortholog_name],"M0"])>0, "up", "down")
  )
concordance$concordance <- concordance$mouse == concordance$human
mi <- mutinformation(concordance$mouse,concordance$human)
random_mi <- sapply(1:1000, function(i){mutinformation(sample(concordance$mouse),concordance$human)})
mi_pval <- (sum(random_mi>mi) + 1)/(length(random_mi)+1)
paste("concordant genes:",sum(concordance$concordance),"mutual information:",mi,"p-value",mi_pval)

custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)] ,column_names=T, scale = F)
custom_heatmap(summarized_expr, NULL, unique_ortholog_mapping[in_signature==T,.(ortholog_name,mouse,concordance=concordance$concordance)][order(mouse)],cluster_rows = F, column_names=T, scale = F)

```


## Visualization for publication
```{r}

# scale expression data
expr_scaled <- apply(expr[unique_ortholog_mapping[in_signature==T,ortholog_name],meta_M0MI$CEL_FILE] ,1,scale)
rownames(expr_scaled) <- meta_M0MI$CEL_FILE

# mean per location
summarized_expr <- sapply(unique(c("MI","M0")), function(location){
  colMeans(expr_scaled[meta_M0MI[LOCATION==location,CEL_FILE],])
})

# concordance data
concordance <- data.frame(
  mouse = unique_ortholog_mapping[in_signature==T,mouse],
  human = ifelse(sign(summarized_expr[unique_ortholog_mapping[in_signature==T,ortholog_name],"M0"])>0, "up", "down")
  )
concordance$concordance <- concordance$mouse == concordance$human
mi <- mutinformation(concordance$mouse,concordance$human)
set.seed(0)
random_mi <- sapply(1:10000, function(i){mutinformation(sample(concordance$mouse),concordance$human)})
mi_pval <- (sum(random_mi>mi) + 1)/(length(random_mi)+1)
paste("concordant genes:",sum(concordance$concordance),"mutual information:",mi,"p-value",mi_pval)

concordance$Mice <- ifelse(concordance$mouse=="up", "up in \u0394/\u0394IEC", "down in \u0394/\u0394IEC")


#grDevices::cairo_pdf("heatmap.pdf", width = 4, height = 7,)
# row annotation
row_ha = rowAnnotation(
  Mice=concordance$Mice, 
  annotation_name_side="top",
  annotation_name_rot=0,
  col = list(Mice= c("up in \u0394/\u0394IEC" = "#E8E700", "down in \u0394/\u0394IEC" = "#0092F4"))
)

col_fun = colorRamp2(c(-0.5, 0, 0.5), c("#0092F4", "black", "#E8E700"))

concordance$col <- "grey"
concordance[concordance$concordance,]$col <- "black"


Heatmap(summarized_expr,
  name = "Expression",
  row_names_gp = gpar(fontsize = 9, col = concordance$col),
  left_annotation = row_ha,
  column_title_side = "top",
  cluster_columns = F,
  column_labels = c("M0M","M0I"),
  column_names_side = "top",
  column_names_rot = 0,
  column_names_centered = T,
  col = col_fun,
  width = unit(3, "cm"),
  )
#dev.off()
  

```


# PLS-DA Analysis
```{r}
high_var_genes <- sort(apply(expr[,meta_M0$CEL_FILE], 1, sd), decreasing = T)[1:5000]
pls_da_expr <- t(expr[names(high_var_genes),meta_M0$CEL_FILE])
#pls_da_expr <- 2 ^ pls_da_expr

pca.expr <- pca(pls_da_expr, ncomp = 3, scale = TRUE)
plotIndiv(pca.expr, group = meta_M0$RECURRENCE, ind.names = FALSE,
          legend = TRUE, 
          title = 'PCA comp 1 - 2')

plsda.expr <- plsda(pls_da_expr, meta_M0$RECURRENCE, ncomp = 10)

perf.plsda.expr <- perf(plsda.expr, validation = 'Mfold', folds = 3, 
                  progressBar = FALSE,
                  nrepeat = 10)         

plot(perf.plsda.expr, sd = TRUE, legend.position = 'horizontal')
```
# M0 vs MI prediction
```{r}
logistic_glmnet_loc <- function(meta, expr, signature){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$LOCATION
  
  fit <- glmnet(x, y, family = "binomial")
  plot(fit, label = T)
  cvfit <- cv.glmnet(x, y, family = "binomial")
  plot(cvfit)
  print(cvfit)
  print(coef(cvfit, s = "lambda.1se"))
}

logistic_glm_loc <- function(meta, expr, signature, roc=F, summary=F, performance=F){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$LOCATION
  
  data <- as.data.frame(x)
  data$LOCATION <- 0
  data$LOCATION[y=="M0"] <- 1
  
  glm_model <- glm(LOCATION ~.,family = "binomial", data)
  
  # prediction
  model_prob = predict(glm_model, type = "response")
  model_pred = ifelse(model_prob > 0.5, "M0", "MI")
  train_tab = table(predicted = model_pred, actual = y)
  train_con_mat = confusionMatrix(train_tab)
  
  if(summary){
    print(summary(glm_model))
  }
  
  if(roc){
    roc(y ~ model_prob, plot = TRUE, print.auc = TRUE)
  }

  if(performance){
    print(train_con_mat)
  }
  
  train_con_mat$overall["Accuracy"]
}
```

```{r}
signature_human <- unique_ortholog_mapping[in_signature==T,ortholog_name]
logistic_glmnet_loc(meta_M0MI, expr, signature_human)
```
Logistic regression with full signature
```{r}
# Analysis with glm
accuracy <- logistic_glm_loc(meta_M0MI, expr, signature_human, T, T, T)
```
Logistic regression with random signatures
```{r}

random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm_loc(meta_M0MI, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")

(sum(random_accuracy>accuracy)+1)/(length(random_signatures)+1)
```

# Recurrence prediction
```{r}
logistic_glmnet <- function(meta, expr, signature){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$RECURRENCE
  
  fit <- glmnet(x, y, family = "binomial")
  plot(fit, label = T)
  cvfit <- cv.glmnet(x, y, family = "binomial", type.measure = "class")
  plot(cvfit)
  print(cvfit)
}

logistic_glm <- function(meta, expr, signature, roc=F, summary=F, performance=F){
  
  x <- t(expr[signature, meta$CEL_FILE])
  y <- meta$RECURRENCE
  
  data <- as.data.frame(x)
  data$RECURRENCE <- 0
  data$RECURRENCE[y=="R"] <- 1
  
  glm_model <- glm(RECURRENCE ~.,family = "binomial", data)
  
  # prediction
  model_prob = predict(glm_model, type = "response")
  model_pred = ifelse(model_prob > 0.5, "R", "NR")
  train_tab = table(predicted = model_pred, actual = y)
  train_con_mat = confusionMatrix(train_tab)
  
  if(summary){
    print(summary(glm_model))
  }
  
  if(roc){
    roc(y ~ model_prob, plot = TRUE, print.auc = TRUE)
  }

  if(performance){
    print(train_con_mat)
  }
  
  train_con_mat$overall["Accuracy"]
}
```

```{r}
signature_human <- unique_ortholog_mapping[in_signature==T,ortholog_name]
```

## M0
Feature selection with logistic glmnet
```{r}
logistic_glmnet(meta_M0, expr, signature_human)
```

Logistic regression with full signature
```{r}
# Analysis with glm
accuracy <- logistic_glm(meta_M0, expr, signature_human, T, T, T)
```
Logistic regression with random signatures
```{r}

random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm(meta_M0, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")

```

## M6
Feature selection with logistic glmnet
```{r}
logistic_glmnet(meta_M6, expr, signature_human)
```
Logistic regression with full signature
```{r}
# Analysis with glm
accuracy <- logistic_glm(meta_M6, expr, signature_human, T, T, T)
```
Logistic regression with random signatures
```{r}

random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm(meta_M6, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")

```
## MI
Feature selection with logistic glmnet
```{r}
logistic_glmnet(meta_MI, expr, signature_human)
```
Logistic regression with full signature
```{r}
# Analysis with glm
accuracy <- logistic_glm(meta_MI, expr, signature_human, T, T, T)
```
Logistic regression with random signatures
```{r}

random_signatures <- lapply(1:1000,function(i){
  sample(unique_ortholog_mapping$ortholog_name,length(signature_human))
})

random_accuracy <- sapply(random_signatures, function(random_signature){
  logistic_glm(meta_MI, expr, random_signature)
})

ggplot(data.frame(random_accuracy=random_accuracy), aes(x=random_accuracy)) +
  geom_histogram(bins=30) +
  geom_vline(xintercept=accuracy, color="red")

```